answersLogoWhite

0

At 12:30 the hour hand would be halfway between 12 and 1. So on the right hand side there would be an obtuse angle (165 degreees) whereas on the left there would be a reflex angle (195 degrees).

User Avatar

Wiki User

14y ago

What else can I help you with?

Related Questions

What angle would be formed at 430 by the hands on a clock?

45 degrees.


What type 25 angle would be formed by a clock's hand when it is12.25?

At 12:25, the hands of a clock make two angles, one of 137.5 degrees (an obtuse angle) and the other of 222.5 degrees.


What type of angle would be formed by a clock's hands when it is 3?

The hands form a right angle. At 3 o'clock, the minute hand points straight up, and the hour hand points straight to the right.


What is the measure of the angle formed by the hands of a clock at 130?

Every minute on a clock is 6 degrees, making every five minutes where the numbers are 30 degrees. In theory, hands on the 1 and 6 would would show an angle of 150 degrees. In actuality, the hour hand moves halfway between the 1 and 2 by 1:30 making the angle 135 degrees.


How much money would you make in one week if you made 5 every time the hands of a clock formed a 90 degree angle?

you would get 140 dollars because a clock forms a 90 degree angle only 4 times a day and if you multiply 4 and 7 you would get 28 multiply by 5 and you get 140$


What is the angle of the hands of a clock at 7?

Measuring from the minute hand (at 12) and going clockwise, it would be 210 degrees.


How many degrees in eleven hours?

Assuming you mean the angle of the hands of a clock set at 11. the smaller angle would be 30 degrees, and the larger would be 330 degrees.


What type of angle would be formed if the hands on a clock read 1 o'clock?

The answer is 30 degrees because a circle has 360 degrees and if you divide that by 12: 360:12=30 so your answers is 30 degrees


How the face and hands of a round clock can show different types of angles?

Every minute on a round clock is six degrees. Putting the hands on 12 and 3 (15 minutes) would be a 90 degree angle.


What type of angle is formed on a clock when it's 10 minutes after 12?

Assuming the hour hand moves steadily for the entirety of the hour, the angle formed by the hour and minute hand would be 55 degrees.


How do you calculate the angle formed by the hands of the clock at 3 oclock 5 oclock 11 oclock?

get yourself a cartesian circle, or just look at one online and translate it from there 3,6,9, and 12 would all be 90 deg increments.


How would you describe the arcs and angles formed by the hands of a clock?

There's a lot you could say about them. For example, if the hour hand is at 3 and the minute hand is at 12 (3:00), that represents a right angle, and the arc it intercepts would be 90 degrees as well (minor arc). Since the whole face of the clock is a circle of 360 degrees, the major arc in this example would be 360 - 90 = 270 degrees. When the clock reads 6:00 the hands divide the face into two semicircles of 180 degrees each.